I believe this is the right place to post this. Today i got my yyf popstar and on the bearing it says “YYF” this bearing is un responsive. But i cant tell which bearing is unresponsive on the YYF One Help?
The larger bearing should be the unresponsive one, if a size difference can be seen.
they look to be the exact same size one if the bearings has shields on both sides and one doesnt.
Yes. A Slim C bearing and a Big “thick” C bearing come with a ONE.
On a popstar it comes with a big C bearing.
Of course all size bearings can be unresponsive, but in this case the big one AKA “thick” C is unresponsive.
They are both the same, one came with the popstar and one came with the ONE. They should both be the same. It doesn’t matter which one you put in either yoyo.
It is also determined by the Thickness if it is slim (skinny) it is responsive. If it is wide it is unresponsive.
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
So what is this supposed to be?
http://data:image/jpeg;base64,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
So what is this supposed to be?
Bcmaddog:http://data:image/jpeg;base64,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
A C bearing. Thick. It must be messed up.
I think he is confused between a C slim and C thick and the other C bearing. Since he has a ONE and a Popstar. He has 3 bearings unless he got the DVD w/ the ONE.
jhb8426:So what is this supposed to be?
Bcmaddog:http://data:image/jpeg;base64,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
A C bearing. Thick. It must be messed up.
I think he is confused between a C slim and C thick and the other C bearing. Since he has a ONE and a Popstar. He has 3 bearings unless he got the DVD w/ the ONE.
I dont believe they offer the dvd with the ONE unless he got a 2011 ONE
Yes. A Slim C bearing and a Big “thick” C bearing come with a ONE.
On a popstar it comes with a big C bearing.
Of course all size bearings can be unresponsive, but in this case the big one AKA “thick” C is unresponsive.
i don’t think both bearings come with the one now. I think just the “thin” bearing. They used to though
i don’t think both bearings come with the one now. I think just the “thin” bearing. They used to though
Today on yoyoexpert I bought a “one”, on the color choices in parenthesis it says, also includes SPEC bearing.
Well have you figured it out? The thick ones are unresponsive, both of them, the slim “skinny” one is responsive.
Well have you figured it out? The thick ones are unresponsive, both of them, the slim “skinny” one is responsive.
This.
Don’t forget that the “skinny” one must be lubed with response (thick) oil to make it tug responsive.
Well have you figured it out? The thick ones are unresponsive, both of them, the slim “skinny” one is responsive.
yes i figured it out. The bearing was stuck in there so to me they looked the same. and once i got it out i realized the thickness differences.